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Obligatory courses for 2nd grade JSIM (3I+4M) (course group defined by Faculty of Mathematics, Informatics, and Mechanics)

Faculty: Faculty of Mathematics, Informatics, and Mechanics Courses displayed below are part of group defined by this faculty, but this faculty is not necessarily the one that organizes these courses. Read Help for more information on this subject.
Course group: Obligatory courses for 2nd grade JSIM (3I+4M)
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2023Z - Winter semester 2023/24
2023L - Summer semester 2023/24
2024Z - Winter semester 2024/25
2024L - Summer semester 2024/25
(there could be semester, trimester or one-year classes)
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2023Z 2023L 2024Z 2024L
1000-213bCPP n/a n/a
Classes
Winter semester 2023/24
  • Lab - 30 hours
Winter semester 2024/25
  • Lab - 30 hours
Groups

Brief description

(in Polish) Celem tego przedmiotu jest pokazanie studentom nowoczesnego i efektywnego stylu programowania w języku C++.

Course page
1000-214bSIK n/a n/a
Classes
Summer semester 2023/24
  • Lab - 30 hours
  • Lecture - 30 hours
Summer semester 2024/25
  • Lab - 30 hours
  • Lecture - 30 hours
Groups

Brief description

Working, desing and configuration principles of computer networks. A survey of the most important network protocols. Network security basics.

Course page
1000-213bPW n/a n/a
Classes
Winter semester 2023/24
  • Classes - 30 hours
  • Lab - 30 hours
  • Lecture - 30 hours
Winter semester 2024/25
  • Classes - 30 hours
  • Lab - 30 hours
  • Lecture - 30 hours
Groups

Brief description

The goal of the lecture is to present basic problems and techniques of programming in concurrent and distributed systems. The course is focused on two key issues: correctness and performance. In connection with fundamental problems of synchronisation such as mutual exclusion and readers-writers problem, the course presents solutions based upon shared variables and ones that require higher-level language support.

Course page
1000-213bBD n/a n/a
Classes
Winter semester 2023/24
  • Lab - 15 hours
  • Lecture - 15 hours
Winter semester 2024/25
  • Lab - 15 hours
  • Lecture - 15 hours
Groups

Brief description

Structures and functions of database systems and a survey of data model. Relational databases. Relational query languages (relational algebra, first order calculus, SQL and Datalog). Database design, functional dependencies and normal forms. Entity-relationship modelling. Physical data storage and physical query execution. Query optimisation. Transaction processing.

Course page
1000-212bMD n/a n/a
Classes
Summer semester 2023/24
  • Classes - 60 hours
  • Lecture - 45 hours
Summer semester 2024/25
  • Classes - 60 hours
  • Lecture - 45 hours
Groups

Brief description

Mathematical concepts essential for design and analysis of algorithms: combinatorics, graph theory and number theory.

Course page
1000-214bJAO n/a n/a
Classes
Summer semester 2023/24
  • Classes - 30 hours
  • Lecture - 30 hours
Summer semester 2024/25
  • Classes - 30 hours
  • Lecture - 30 hours
Groups

Brief description

Basic computation models (automata, grammars and Turing machines). Chomsky hierarchy. Mathematical description of computability; the limits of computability; and a brief introduction to computational complexity.

Course page
1000-113bAM3a n/a n/a
Classes
Winter semester 2023/24
  • Classes - 60 hours
  • Lecture - 60 hours
Winter semester 2024/25
  • Classes - 60 hours
  • Lecture - 60 hours
Groups

Brief description

Many-variable differential calculus, measure and integration theory.

Course page
1000-113bAM3* n/a n/a
Classes
Winter semester 2023/24
  • Classes - 60 hours
  • Lecture - 60 hours
Winter semester 2024/25
  • Classes - 60 hours
  • Lecture - 60 hours
Groups

Brief description

Multivariable differential calculus, measure and integration theory.

This is an extended course and therefore it may be harder and more comprehensive than the normal course of Mathematical Analysis II.1.

Course page
1000-114bAM4a n/a n/a
Classes
Summer semester 2023/24
  • Classes - 45 hours
  • Lecture - 30 hours
Summer semester 2024/25
  • Classes - 45 hours
  • Lecture - 30 hours
Groups

Brief description

(in Polish) Przedmiot jest kontynuacją Analizy matematycznej II.1, obejmuje dalszy ciąg teorii całki Lebesgue'a, funkcje całkowalne w sensie Lebesgue'a oraz rachunek różniczkowy i całkowy na podrozmaitościach R^n.

Course page
1000-114bAM4* n/a n/a
Classes
Summer semester 2023/24
  • Classes - 45 hours
  • Lecture - 30 hours
Summer semester 2024/25
  • Classes - 45 hours
  • Lecture - 30 hours
Groups

Brief description
No brief description found, go to course home page to get more information.
Course page
1000-114bRP1a n/a n/a
Classes
Summer semester 2023/24
  • Classes - 45 hours
  • Lecture - 30 hours
Summer semester 2024/25
  • Classes - 45 hours
  • Lecture - 30 hours
Groups

Brief description

Kolmogorov axioms. Basic probabilities.

Random variables, probability distributions, and their parameters. Independence.

Convergence of random variables. Basic limit theorems: Poisson theorem, weak and strong laws of large numbers, de Moivre-Laplace theorem.

Course page
1000-114bRP1* n/a n/a
Classes
Summer semester 2023/24
  • Classes - 45 hours
  • Lecture - 30 hours
Summer semester 2024/25
  • Classes - 45 hours
  • Lecture - 30 hours
Groups

Brief description

Kolmogorov axioms. Basic probabilities.

Random variables, probability distributions, and their parameters. Independence.

Convergence of random variables. Basic limit theorems: Poisson theorem, weak and strong laws of large numbers, de Moivre-Laplace theorem.

Course page
1000-213bPYT n/a n/a
Classes
Winter semester 2023/24
  • Lab - 30 hours
Winter semester 2024/25
  • Lab - 30 hours
Groups

Brief description

(in Polish) Wprowadzenie do języka Python, omówienie wybranych bibliotek i narzędzi. Po tym kursie studenci będą przygotowani do udziału w bardziej specjalistycznych zajęciach np. ze Sztucznej inteligencji czy Aplikacji WWW.

Course page
1000-214bIO n/a n/a
Classes
Summer semester 2023/24
  • Lecture - 30 hours
Summer semester 2024/25
  • Lecture - 30 hours
Groups

Brief description

(in Polish) Zasady tworzenia oprogramowania w projektach programistycznych. Omówienie wybranych praktyk i narzędzi wspierających wytwarzanie oprogramowania.

Course page
1000-113bTP1a n/a n/a
Classes
Winter semester 2023/24
  • Classes - 45 hours
  • Lecture - 30 hours
Winter semester 2024/25
  • Classes - 45 hours
  • Lecture - 30 hours
Groups

Brief description

This course presents basic notions of topology: metric and topological spaces, continuous maps, homeomorphisms, Cartesian products, complete metric spaces, compactness, connectedness and path connectedness, homotopy of maps and loops, contractibility, quotient spaces.

Course page
1000-113bTP1* n/a n/a
Classes
Winter semester 2023/24
  • Classes - 45 hours
  • Lecture - 30 hours
Winter semester 2024/25
  • Classes - 45 hours
  • Lecture - 30 hours
Groups

Brief description

The course presents basic notions of topology: metric and topological spaces, continuous maps, homeomorphisms, Cartesian products, complete metric spaces, compactness, connectedness and path connectedness, homotopy of maps and loops, contractibility, quotient spaces.

The course is addressed to students with deeper interest in the subject, who like to work on related problems.

Course page
1000-214bWWW n/a n/a
Classes
Summer semester 2023/24
  • Lab - 30 hours
  • Lecture - 30 hours
Summer semester 2024/25
  • Lab - 30 hours
  • Lecture - 30 hours
Groups

Brief description

Programming techniques and tools for building WWW applications and servers.

Course page
Krakowskie Przedmieście 26/28
00-927 Warszawa
tel: +48 22 55 20 000 https://uw.edu.pl/
contact accessibility statement USOSweb 7.0.3.0 (2024-03-22)